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User talk:Camillo.delellis

From Encyclopedia of Mathematics
Revision as of 16:07, 5 February 2014 by Boris Tsirelson (talk | contribs) (→‎Math question: new section)
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Hi Camillo, I have tried to add some MR/ZBL data to your pages. Please check. There are certainly erroneous choices, but I hope some will help. Sorry it took me so long to do this, however, I was pretty much occupied by various other things and only had very little time for EoM recently, to my serious regret! I appreciate your work very much! --Ulf Rehmann 15:14, 27 September 2012 (CEST)

Hi Ulf, I just checked a couple and even though I will have to manually add/correct some entries, it surely saves a lot of time! I will slowly check them all: when I proceed updating/texing the pages (or proofreading the ones I have already rewritten) I will also take care of the MR/ZBL. Thanks a lot. Camillo (talk) 09:12, 28 September 2012 (CEST)

Camillo, if you want to use "nowiki", do like that (look at the source text!) $E=mc^2$ (note only one "/"). But this is not the way to correct formulas... --Boris Tsirelson (talk) 13:47, 16 August 2013 (CEST)

It was an early attempt at correcting the formulas, after reading the first post of Ulf. I then read the other posts and made the "right" corrections... but I forgot about a coule of nowiki's. Thanks for removing them. I think there are no more of them around. Camillo (talk)

Math question

Camillo, may I ask you a math question? It seems, you are just the expert needed. I know that a differential k-form on R^n may be integrated over a singular cube, the latter being a smooth map of the k-cube to R^n. What happens if the map is Lipschitz (rather than smooth)? I guess the integration is still possible, that is, we get a current. I even guess that this is written in Whitney 1935 "r-dimensional integration in n-space". But I am far from being sure. (Is my question very naive for experts?) Thank you beforehand, Boris Tsirelson (talk) 17:07, 5 February 2014 (CET)

How to Cite This Entry:
Camillo.delellis. Encyclopedia of Mathematics. URL: http://encyclopediaofmath.org/index.php?title=Camillo.delellis&oldid=31311